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A Unidimensional Latent Trait Model for Continuous Item Responses.一维潜特质连续项目反应模型。
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使用连续反应项目测量单极特质:一些方法学和实质性进展。

Measuring Unipolar Traits With Continuous Response Items: Some Methodological and Substantive Developments.

作者信息

Ferrando Pere J, Morales-Vives Fabia, Hernández-Dorado Ana

机构信息

Universitat Rovira i Virgili, Tarragona, Spain.

出版信息

Educ Psychol Meas. 2024 Jun;84(3):425-449. doi: 10.1177/00131644231181889. Epub 2023 Jun 26.

DOI:10.1177/00131644231181889
PMID:38756459
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC11095320/
Abstract

In recent years, some models for binary and graded format responses have been proposed to assess unipolar variables or "quasi-traits." These studies have mainly focused on clinical variables that have traditionally been treated as bipolar traits. In the present study, we have made a proposal for unipolar traits measured with continuous response items. The proposed log-logistic continuous unipolar model (LL-C) is remarkably simple and is more similar to the original binary formulation than the graded extensions, which is an advantage. Furthermore, considering that irrational, extreme, or polarizing beliefs could be another domain of unipolar variables, we have applied this proposal to an empirical example of superstitious beliefs. The results suggest that, in certain cases, the standard linear model can be a good approximation to the LL-C model in terms of parameter estimation and goodness of fit, but not trait estimates and their accuracy. The results also show the importance of considering the unipolar nature of this kind of trait when predicting criterion variables, since the validity results were clearly different.

摘要

近年来,已经提出了一些用于二元和分级格式响应的模型,以评估单极变量或“准特质”。这些研究主要集中在传统上被视为双极特质的临床变量上。在本研究中,我们针对用连续响应项目测量的单极特质提出了一个建议。所提出的对数-逻辑斯蒂连续单极模型(LL-C)非常简单,并且比分级扩展更类似于原始的二元公式,这是一个优点。此外,考虑到非理性、极端或两极分化的信念可能是单极变量的另一个领域,我们将此建议应用于迷信信念的一个实证例子。结果表明,在某些情况下,标准线性模型在参数估计和拟合优度方面可以很好地近似LL-C模型,但在特质估计及其准确性方面则不然。结果还表明,在预测标准变量时考虑这类特质的单极性质很重要,因为效度结果明显不同。